update earlier theorem

Author: StevenClontz

theorems/T000680.md

@@ -7,9 +7,11 @@ if:
   - P000137: false
 
 then:
-  P000206: true
+  P000234: true
 ---
 
+TODO update:
+
 A space $X$ is {P206} if and only if the Kolmogorov quotient of $X$ is {P206}.
 
 The Kolmogorov quotient of $X$ is {P23}, {P3} and non-empty, so strongly Choquet [(Explore)](https://topology.pi-base.org/spaces?q=weakly+locally+compact+%2B+T_2+%2B+not+empty+%2B+not+strongly+choquet).